ELFp 44 (448\ /lib/ld-linux.so.1%/ * ,+%)-.(&'"#!  $ Z@6H$+4;GB(IU8\HPb lXNshzG! \8   ( C8 H X [!  !(70?3GxFS"Yg"m >xlibf2c.so.0logsqrtdo_lioe_wsles_wdue_DYNAMICe_wduee_wsfes_rsle___brk_addrs_rsfed_int__environdo_uios_pause_rsfeenvirone_rsled_moddo_fiomainexpatexit_GLOBAL_OFFSET_TABLE_f_openexitMAIN__pow_dis_wsles_wsfes_copylibm.so.5errno_etext_init__bss_start_fini_edata_endlibc.so.5__isnan__isinf__libc_initisinf__fpu_controlisnan__setfpucw_errno +   )-}5%%h%h%h%h%h %h(%h0%h8p%h@`%hHP%hP@%hX0%h` %hh%hp%hx%h%h%h%h%h%h%h%hp%h`%hP%h@YЃPSQ̀-̀D$Pbh P-[̀S=t Ѓ;u[ÐÐU$hhEEE EEEEEEEPfh jhhh (h ^jhhhģ=u=u=u =um=u_=u1=u =u5'= u,= u1= uk9= uA= uG=uO=uR=u5]1]ÐU8h(HjPhhȣ |h<2jPhhȣ hPj5h hhhdjhth= hxj.hVhh2:hjhh EEEEE@EE䅅E茅EEPhj+hhhhj7hąhhkshȩj7hhh@Hhܩj7h4hhhcj7hlhhh8j7hhhh j7hąhhh,h@jh܆hhW_hTjhPhḥ,hhzj-hhh h|?jhhhģjh`hhģuh j h!hh  0  4 `  ` P}̋M̵ Mm]mM P}̋M̵ Mm]m̋M p=~ p=~h@hh0lV h hh@W 0$4(,4 0щZphjh hУ` hjhBhhh̪jhh_ hjhWhhThP]jEPhḥ'/1]ÐU4VSEEE EpE@EE䅅E茅EEPh, $=$~ +jPhdhW $ΐh@jPh$ehԣ% hT$=$~CjP$JŰEẺűE$ePh $뷐jh{Whh*$=$~ JjP$JŰEẺűE$ePhH $밐h|j7h|hh08h~$=$ ~NjP$JŰEẺűE$ePh $묐ch$=$ ~ IjP$JŰEẺűE$ePh8 $뱐hj7hhh (h̫^jhp$hhģjh$hhģh*j-hhhhjhdhhģjhdhhģm%hj h!hhBJd$=$~ d$=$~dp$U̡duƉ5dd$U̡duƉ5d$E̋U̍5du dUʉ$$Yd,hTjh$hУ H$h0^jhBhhhD3j5hhhhXj4hPhhhlj0hhhdlhj0hhh9Ahp$$]jEPh #h9j.hhhhp$HȾ'Ű $Yؾ'ы]ىؾ'ŰỦUjEPh2 1e[^]ÐU4hlxm=m;~ (jPhh mѐh)jPhخhأ ]hjPhخhأo EEEE E@EE腅E쌅EEP_hjh(hh!hWjhhhģjhhhģjhhhģjhhhģ[hЭj h!hhx0 = ~C0m=m~=}t` `=}tpp=}t=}tPPЬԬЋجЋܬЋ  ЭЭ ` p  P@t@]EP}ЋMе MmmСmmm0hTjhmhУ H h^jhChhh 3jhBhhh jhmht h4jhRhhiq1]ÐU$SEEEE|E@EEEEEPhPL0=0R~,jPhh 0͐ShdjPhhȣe -hxjPhhȣ? hj#hhh4jhBhhhj5hhhhj1hhhow1 ]؉]ÐU$Sh >=>h~ 'jPhd>h >Ґh4IjPh>hܣ }hH3jPh>hܣ h\jhChhhpjhډhhYahjh0>hhģ.jh@>hhģjhP>hhģ0>0>X0>0>Ћ0>؉0>@>@>X@>EEEEE@EEEEEPhj hhhCK`>>=>~`>>=>~0>@> >@>0> >@>P> )ЋP>P>>@>P>>Q`>hTjhhУ H>h^jhBhhhԯ3j5hhhhj2h!hh1 ]؉]ÐU(ShHC=Cx~ 'jPh|h CҐh\ijPhh hpSjPhh EEEETE@EE셅EEEPhj*h]hhYahjhChhģ.jhChhģjhChhģjhChhģCCCCӉE9E}aC‰)¡CCC‰)¡CCCЉЍCCCЉ)‰ЋCCCCЋCCP PP`d٘P\hjhhhhsE9E} :j\Rh 뾐hhhK h԰jhhN hjhhhCK0@ C=C~j C=C~0@э\\Џ0Џ\ 0=0u 0a @=@u @a )ЋCЏCC  hjhDhУ0 Chjhhhu}h$j hŠhhJRh8j5hЊhh'hLmj*hhhh`Bj.h1hh1]ԉ]ÐU(Sh=~$jPhhG ҐhjPh4h h,jPh4h Gh@]j+hhhhhT"jhhhģjhhhģjhhhģjhДhhģn&EEE EE@EE셅EEEP>hhqjhhhДӉ0tE  9E} Fp0=0 ~  Ȼ ȻДЍHȻД%pД…}?щ)Ѓ~p0/ p٘, p| h|jhhhEMhtE9E} :j|Rh 뾐h hth0D h"jh h~ tPx`@=~ @=~/P|`|+ 9~ P | P=Pu tP `=`u t`0 )Ћ000  @ȳhjhhУ` _h̳jhhhhj hŠhhzh1]ԉ]ÐU8EEE EܨE@EE腅E쌅EEԉEȋMQhGP=P~$jPhh PҐSh$jPhhe -h8jPhh? hLj)hhh4>=~3@=@~Eȃ}t2} }tT}t*}t4B?  0]hMMȋEPR`  0(]hMMȋEP`08 @0]hMMȋEP`p``Z 0H]hMMȋEPW```   $ 0 4$ ` 0 d 4`PEu9 @MȋUȍE`E}ЋMе Mmۘ\m? @MȋUȍEX`E}ЋMе Mmۘ\m@7 MȋEȣhjh`hУ hjhChhhcjhBhhhĴ8j5hhhhش j3h܋hh1]ÐU$SEEE E`E@EEEEEPIh|p =p ~ )jPh`h p ͐h )jPh`h ]h jPh`ho h4j/hlhhdlhHjh`hhģ9jh`hhģ h\nj$hhhhpCj2hhhhjh`h Lhj h!hhy`=`+"` =` ~ `p =p ~`щЉЍX`` 1``1``1`p ``| p ^`hjh hУ x` =`x#` =` ~ `p =p ~`щЉЍX`` 1``1``1`p `3`| p ^`еhTjh hУ H` hԵ^jhBhhh3j5hhhhj-hhh1 ]؉]ÐU(Shظ`g=`g~$jPhh `gҐhijPhth hSjPhth hj)h"hhh(j*hLḥ^ h<jb, from this list: Enter a and b: (my favorites are 18000 and 30903) Enter two (<=31 bit) seed integers, not zero 2,867,200 32-bit random integers (11,468,800 bytes) have been written to the file mwc1616.32 They are the concatenated output of two 16-bit multiply-with-carry generators. The period is (the last 4 digits may be lost to roundoff).@mthr.32 Enter four seed integers: The period is about 2^158.97Akiss.32 Enter four seed integers, not zero have been written to the file kiss.32 Enter three seed integers:combo.32 Please wait.................. have been written to the file combo.32 ultra.32 Enter four positive integers for seeds: The seed table: Please wait................ FINISHED 2,867,200 32-bit random integers (11,468,800 bytes) have been written to the file ultra.32 ::::::::::::::::::::::::::::::::::::::::::::::/? Enter four positive integers for seeds:swbmwc.32/?excong.32 Enter three seed integers, not all zero: have been written to the file excong.32 @@`@@D@8@,@ AAAsuprdupr.32 Enter two seed integers, the second not zero: Choose your method of combination, + for addition, x for exclusive-or, in column 1: have been written to the file suprdupr.32 Choose your generator from this list:(Choice 5 provides 31-bit integers that are left-justified.) enter 1,2,3,4 or 5: Enter output file name (<=15 characters):+++++++++++++++++++++++++++++++++++++++++++++++++++++++ Enter a,b,r and s for the generator x(n)=a*x(n-1)+b mod 2^r+s To avoid overflow, make sure a*2^r < 2^53) Enter a seed integer: If you want the 2-lattice without generating the binary file, enter 0, else enter 1: Create binary file? 0 for NO, 1 for YES: Please wait................ To display the 2-lattice of this generator, hit any letter or number key:AAran2.32 enter a seed integer Now 2,867,200 left-adjusted integers from ran2 (11,486,800 bytes) have been written to ran2.32 Enter output file name (<= 15 characters): Choose number of bits, 31 or 32: Choose Left,Right shifts from these choices: 13,18 18,13 24,7 7,24 6,25 25,6 28,3 3,28 enter two integers, L and R, in free format: Enter seed integer, not zero: Please wait.............. For 32 bit integers, you have three choices. two shifts: (L,R)=(17,15) or (15,17) and three shifts (L1,R,L2)=(13,17,5). Enter three integers, 17 15 0 or 15 17 0 or 13 17 5: FINISHEDsunran.32 Enter one seed integer: have been written to the file sunran.32 Note: the rightmost bit is always 0A?invcong.32 Enter a and b and seed integer, free format: This may take a long time, as this is a very very slow generator. Please wait ...........AA< #<@靿AfK=?@˺.T80?;k?p9{ÿ ?<?8 A A??@@@L?fff?BL= #<AHz?p}?= `ABB @6 A( This program makes a file of random integers ,/, for tests by DIEHARD. Select one from this list:,/)( 1. A multiply-with-carry (MWC) generator x(n)=a*x(n-1)+carry mod 2^32,/, 2. A MWC generator on pairs of 16 bits,/, 3. The "Mother of all random number generators",/, 4. The KISS generator,/, 5. The simple but very good generator COMBO,/, 6. The lagged Fibonacci-MWC combination ULTRA,/, 7. A combination MWC/subtract-with-borrow (SWB) generator, period ~ 10^364,/, 8. An extended congruential generator,/, 9. The Super-Duper generator,/, 10. A subtract-with-borrow generator,/, 11. Any specified congruential generator,/, 12. The 31-bit generator ran2 from Numerical Recipes,/, 13. Any specified shift-register generator, 31 or 32 bits,/, 14. The system generator in Sun Fortran f77,/, 15. Any lagged-Fibonacci generator, x(n)=x(n-r) op x(n-s),/, 16. An inverse congruential generator,/)$(a78)(a1)(a15)( (In general, for any choice of `a`, let m=a*2^32-1. If both m,/, and (m-1)/2 are prime then the period will be (m-1)/2).)( 2,867,200 32-bit random integers (11,468,800 bytes),/, have been written to the file ,a15)44:?EŨ(a78)(f40.0)( The correct last 4 digits are,i8)}?uAP@@@(a78)( 2,867,200 32-bit random integers (11,468,800 bytes),/, have been written to the file ,a15)(a78)HHH(a78)c!(a78)(5i12)( p-value for KSTEST on uniformity of seeds: ,f8.6) %(a78)(5i12)( p-value for KSTEST on uniformity of seeds: ,f8.6)( The binary file swbmwc.32/, has been created with 32-bit integers,/, from the subtract-with-borrow sequence,/, x(n)=x(n-24)-x(n-37)-borrow mod 2^32,/, combined with the multiply-with-carry sequence,/, y(n)=30903*y(n-1)+carry mod 2^16,,/, the overall sequence having period about 10^364.)|||(a78)(a78)(a1)+%0 1: x(n)=x(n-43)-x(n-22)-c mod 2^32-5 2: x(n)=x(n-37)-x(n-24)-c mod 2^32 3: x(n)=x(n-24)-x(n-19)-c mod 2^32 4: x(n)=x(n-21)-x(n- 6)-c mod 2^32 5: x(n)=x(n-48)-x(n- 8)-c mod 2^31 (2^32-5)^43 - (2^32-5)^22, about 10^414 2^1178 - 2^762, about 10^354 (2^759 - 2^599)/3, about 10^228 (2^666 - 2^186)/3, about 10^200 (2^1478 - 2^247)/105, about 10^445 (a78)(10x,a42)(a15)( Enter four positive integers for seeds:)( The binary file ,a15,/, has been created with 32-bit integers,/, from the subtract-with-borrow sequence,/,a41)(15x,The period is,/,a41)6(a78)(a15)( 2,867,200 32-bit random integers (11,468,800 bytes),/, have been written to the file ,a15)(a1)TTTZ`ú(a78)lll[(a78)(a15)( 2,867,200 32-bit random integers (11,468,800 bytes),/, have been written to the file ,a15)( The period of your generator is 2^,i2,-1.)( The period of your generator is 2^32-2^21-2^11+1.) <(a78)(a78)( Enter lags r and s from this list:,/, 17,5 33,13 39,14 55,24 63,31 73,25 97,33 607,273,/, and op code: 1 for + , 2 for -, 3 for *, 4 for xor:)(a15)( Enter four positive integers for seeds:)( The binary file ,a15,/, has been created with 32-bit integers,/, from the lagged-Fibonacci sequence)(15x,x(n) = x(n-,i3,) + x(n-,i3,) mod 2^32)(15x,x(n) = x(n-,i3,) - x(n-,i3,) mod 2^32)(15x,x(n) = x(n-,i3,) * x(n-,i3,) mod 2^32)(15x,x(n) = x(n-,i3,) xor x(n-,i3,))( The period of the sequence is )FL|'Y UT4oA(a78)( The file invcong.32 now contains 11,428,800 bytes of 32-bit,/, integers from the inverse congruential generator.)(.%"X;+%\?0)R;*%>0!1" ( ; )+$p_ : ( X RANGE:,g12.3, TO ,g12.3, Y,Z RANGE:,g12.3, TO ,g12.3)(10x,90a1)F.>N^n~  . > N ^ -  0@  GCC: (GNU) 2.6.4 snapshot 950518GCC: (GNU) 2.7.0GCC: (GNU) 2.6.4 snapshot 950518.symtab.strtab.shstrtab.interp.hash.dynsym.dynstr.rel.bss.rel.plt.init.plt.text.fini.rodata.data.ctors.dtors.got.dynamic.bss.comment#X) @@1009 B KQVp p t{\bj7p||w~xdV.         1 > I| Wdk    p    I |     ģ ȣ ̣ У ԣ أ ܣ          & , 2 9$l CR MS \ e  n  w4 : ? E Ũc   0@P`pt ( < P 'd 2x = H S ^ȩ iܩ t   , @ T h |    ̪    ' $p$)$.$3$8$=dBdGdMdT$e\, g@ rT }h |    ̫     0 D X l  " - 8 CЬ HԬ Mج Rܬ W ] c i o {c mmmmЭ 0@P`pخl  ( 4 @ LЭ X e r    4 H   0@P`pP d x + 8 E RȮ _ܮ l y  >> >0>@>P>`>d>>  4 H \ p  " / < Iԯ V c i o {  6 CCCCD 0@P`|Џ H \ -p : G T a n԰ {   $ 8 L ` t x |  6  D    # Д) / 5 ; B I P 0W @^ Pe `l ps z  0   0 4   , @ T h |      - ̳ :  G  T  ` f l 0r @x P~ ` ` p        $ 8 L ` t    '  4 Ĵ A ش N  Z  f ` l p r x `~ ` ` ` ` `    4 H \ p     %  2 Ե ?  L  Y  ` $ g 8 o L w      0 6  6g Pg `g pg g g g g g g g  " ) 0 7 0> @E M U ] pf to Ю{ ظ    ( < P d x    ȹ $ܹ 1 > K X, e@ rT ~Z `c ú Ԯ 0@P`.. .0.@.P.$`.+p.2x.9.@.H.Q.Z.c2m2wȺ ܺ    , @ T h |    ̻ - : G T a0 nD {X l 2rss s$sssxt    ļ ؼ & 3 @ J Q Xx^xd p |c  1 <7 xxи 04`t   + 8ľ Eؾ R _ l y( < P d x    ȿ ܿ    ", /@ <T Ih V| c p } pp     $ 8 L -` :t G T ` lF xL0 |y 2 '2 Y2 + &  0 0D@DPD`D&pD-D4D;DBNJpNStN\PQg t   , @ T h |       * 7 D0 QD ^X kl x`Q~pQQQ    x QQQБ 04 @  -$ :8 GL T` at n {  P`pP@  0@P`  F "F  -d9`?pEKQX_fЬmt{T h Z@ h 6H fW D  S7 G(2 4 m) '38:HP@ JP  ZXNahhP^g rxF~G0y !  } p  t9 i p  ! \  `[  !P  ( .85<RWM ah0,W r w  ~ >p% ( C8 p=w H @4 X [`8 crtstuff.cgcc2_compiled.__do_global_ctors_aux__CTOR_END__init_dummyforce_to_data__DTOR_END__crt0.Sdone__do_global_dtors_aux__DTOR_LIST__fini_dummy__CTOR_LIST__makewhat.cc__9c__1c__3c__22c__5c__4096c__27c__23c__16c__15c__17c_b389c_b392c_b393c__20c__13c_b546c__54c__12c__18c_b842fmt_123.2fmt_124.3jch.4io___1.5io___2.6io___3.7io___4.8fmt_845.11fmt_679.12fmt_2991.13fmt_281.14fmt_602.15filename.16a.17c.18i.19j.20n.21w.22x.23z.24aa.25cc.26jk.27op.28xx.29text.30io___6.31io___8.32io___9.33io___10.34io___12.35io___13.36io___15.37io___16.38io___17.39io___18.40io___19.41io___20.42io___21.43io___22.44io___23.45io___24.46io___26.47io___27.48io___30.49io___40.50io___41.51io___42.52io___43.53fmt_846.56fmt_800.57fmt_801.58a.59b.60i.61j.62n.63x.64y.65jk.66dum.67text.68io___44.69io___47.70io___49.71io___50.72io___51.73io___52.74io___53.75io___54.76io___55.77io___58.78io___59.79io___62.80io___66.81io___67.82io___68.83io___69.84io___70.85io___71.86io___72.87io___73.88io___74.89a.92b.93c.94d.95da.96db.97dc.98dd.99fmt_845.100fmt_602.101filename.102i.103j.104n.105v.106w.107x.108y.109z.110ij.111jk.112dv.113dw.114dx.115dy.116dz.117dum.118text.119carry.120io___83.121io___86.122io___88.123io___89.124io___90.125io___95.126io___107.127io___108.128io___109.129io___110.130io___112.131fmt_845.134b.135i.136j.137k.138m.139w.140x.141y.142z.143jj.144jk.145dum.146text.147carry.148io___113.149io___116.150io___118.151io___119.152io___120.153io___126.154io___133.155io___134.156io___135.157io___136.158fmt_845.161b.162i.163j.164v.165x.166y.167z.168jk.169dum.170text.171io___137.172io___140.173io___142.174io___143.175io___144.176io___145.177io___149.178io___154.179io___155.180io___156.181io___157.182r.185s.186fmt_845.187fmt_25.188fmt_271.189i.190j.191k.192l.193bb.194ig.195ii.196jk.197ip.198jp.199js.200ju.201px.202xx.203dum.204juni.205mwcs.206text.207io___160.208io___163.209io___165.210io___166.211io___167.212io___176.213io___177.214io___180.215io___181.216io___187.217io___188.218io___189.219io___190.220io___191.221io___192.222r.225s.226fmt_845.227fmt_25.228fmt_271.229fmt_349.230i.231j.232k.233l.234m.235x.236y.237bb.238ig.239ii.240jj.241jk.242ip.243jp.244js.245ju.246px.247xx.248dum.249juni.250mwcs.251text.252io___195.253io___198.254io___200.255io___201.256io___202.257io___206.258io___214.259io___215.260io___218.261io___226.262io___227.263io___228.264io___229.265fmt_845.268a.269b.270c.271i.272j.273n.274x.275r3.276r4.277ij.278jk.279jch.280dum.281text.282io___230.283io___233.284io___235.285io___236.286io___237.287io___241.288io___250.289io___251.290io___252.291io___253.292io___254.293fmt_845.296fmt_821.297i.298j.299n.300x.301y.302jk.303op.304dum.305text.306io___255.307io___258.308io___260.309io___261.310io___262.311io___265.312io___266.313io___267.314io___269.315io___273.316io___274.317io___275.318io___276.319io___277.320rc.323sc.324jix.325swb.326period.327fmt_845.328fmt_945.329fmt_645.330fmt_348.331fmt_349.332fmt_350.333filename.334i.335j.336k.337l.338m.339r.340s.341x.342y.343bb.344ii.345jj.346jk.347ip.348jp.349js.350ju.351ijk.352jjn.353dum.354juni.355text.356jchoice.357io___281.358io___284.359io___286.360io___287.361io___288.362io___290.363io___291.364io___292.365io___296.366io___297.367io___299.368io___300.369io___304.370io___319.371io___320.372io___321.373io___322.374io___323.375io___325.376fmt_845.379fmt_645.380fmt_221.381fmt_983.382filename.383a.384b.385i.386j.387k.388r.389s.390x.391y.392j1.393j2.394bb.395da.396db.397dj.398dl.399dm.400jk.401dr.402dx.403op.404yy.405dum.406jlat.407klim.408text.409jseed.410kount.411io___326.412io___329.413io___331.414io___332.415io___333.416io___334.417io___335.418io___340.419io___341.420io___346.421io___347.422io___348.423io___349.424io___351.425io___352.426io___354.427io___361.428io___362.429io___363.430io___364.431io___365.432fmt_845.435b.436i.437j.438ij.439jk.440dum.441idum.442text.443jseed.444io___376.445io___379.446io___381.447io___382.448io___383.449io___390.450io___391.451io___392.452idum2.455iv.456iy.457j.458k.459fmt_845.462fmt_645.463fmt_221.464fmt_225.465fmt_226.466filename.467b.468i.469j.470l.471r.472i1.473l2.474jk.475dum.476mask.477text.478nbits.479io___398.480io___401.481io___403.482io___404.483io___405.484io___407.485io___408.486io___411.487io___412.488io___413.489io___414.490io___418.491io___419.492io___420.493io___424.494io___425.495io___426.496io___427.497io___428.498io___429.499io___431.500io___432.501io___433.502io___434.503io___435.504io___436.505io___437.506io___438.507io___439.508fmt_845.511b.512i.513j.514jk.515ijk.516dum.517text.518jseed.519io___440.520io___443.521io___445.522io___446.523io___447.524io___449.525io___454.526io___455.527io___456.528io___457.529io___458.530fmt_845.533fmt_346.534fmt_645.535fmt_348.536fmt_349.537fmt_351.538fmt_352.539fmt_353.540fmt_354.541fmt_355.542filename.543i.544j.545k.546l.547m.548r.549s.550bb.551ii.552jj.553jk.554ip.555jp.556js.557op.558ju.559dum.560juni.561text.562period.563io___459.564io___462.565io___464.566io___465.567io___466.568io___470.569io___471.570io___473.571io___474.572io___478.573io___489.574io___491.575io___492.576io___493.577io___494.578io___495.579io___496.580io___497.581io___498.582io___499.583io___500.584d.587r.588s.589d.592a.595b.596dz.597fmt_845.598fmt_471.599i.600j.601n.602a0.603b0.604b1.605b2.606a1.607a2.608ij.609jk.610dum.611text.612icong.613io___509.614io___512.615io___514.616io___515.617io___516.618io___517.619io___518.620io___529.621io___530.622i.625j.626k.627l.628m.629t.630ij.631il.632iu.633tt.634l.637a.638e.639i.640j.641m.642t.643z.644t.647equiv_1.650fmt_22.651fmt_21.652equiv_0.653i.654j.655k.656m.657p2.658yb.659xd.660yd.661nr.662xl.663xr.664yt.665io___561.666io___567.667logsqrtsum_do_lioe_wslemakekiss_prod_s_wdue_DYNAMICmakecong__etextmakeshrg_e_wduee_wsfes_rslemakexcng_plot2_asort____brk_addrs_rsfed_int__environ_initmakemwc1_do_uios_pausmakefibo___libc_inite_rsfesp_environplot1_0___fpu_control_startkstest_makeinvc____crt_dummy__makecmbo_e_rsled_modmake1616___bss_startdo_fiomainmakesunr_expmakemthr_iran2__finiatexit_edata_GLOBAL_OFFSET_TABLE__endmakeran2_f_openmakesbmc_exitMAIN____setfpucwmakeltra_pow_dis_wslemakeswb_s_wsfeplot1_s_copymakesupr_